Solvability of System of Neutrosophic Soft Linear Equations
Murugadas P, Kavitha M
Neutrosophic Sets and Systems · 2021
doi:10.5281/zenodo.4549410 (opens in a new tab)
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Abstract
This article exposes a system of Neutrosophic Soft Linear Equations (NSLE) of the form A ⊗ x = b and is said to be solvable if A ⊗ x(A; b) = b holds, otherwise unsolvable. We derive conditions under which the above system is solvable and further using Chebychev Approximation we find a prinicipal solution if the given systen is not solvable.
Abstract licence: CC BY-NC
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